Sine: Integration (subsection 21/01/07/03/01)

Sin

$Mathematica Notation$

Involving product of power of the direct function, the direct function, exponential and a power functions (24 formulas)
		Involving z^alpha-1e^{b z}sin(c z) sin^nu(a z) (2 formulas)
		Involving zⁿe^{b z}sin(c z+d) sin^nu(a z) (2 formulas)
		Involving z^alpha-1e^{p z}sin(c z) sin^v(a z+b) (2 formulas)
		Involving z^alpha-1e^{p z}sin(c z+d) sin^v(a z+b) (2 formulas)
		Involving zⁿe^{p z^r}sin(b z)sin^v(c z) (2 formulas)
		Involving zⁿe^{p z}sin(b z^r)sin^v(c z) (2 formulas)
		Involving zⁿe^{p z} sin(b z)sin^v(c z^r) (2 formulas)
		Involving zⁿe^{p z} sin(b z^r)sin^v(c z^r) (2 formulas)
		Involving zⁿe^{p z^r} sin(b z)sin^v(c z^r) (2 formulas)
		Involving zⁿe^{p z^r}sin(b z^r)sin^v(c z) (2 formulas)
		Involving z^alpha-1e^{p z^r} sin(b z^r)sin^v(c z^r) (1 formula)
		Involving z^alpha-1 e^{b z^r+e} sin(a z^r+q) sin^v(c z^r+g) (1 formula)
		Involving zⁿ e^{b z^r+d z+e} sin(a z^r+p z+q) sin^v(c z^r+f z+g) (2 formulas)